Question 21Two functions $f,g$ on $\mathbb R$ satisfy $f(x)+2g(1-x)=x^2$ and $f(1-x)-g(x)=x^2$ for every real $x$. What is $f$?$x^2-\frac43x+\frac23$$x^2+\frac43x+\frac23$$-x^2-\frac43x+\frac23$$x^2-4x+5$There are no such functions